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17 KiB
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{"version":3,"file":"arc.mjs","sources":["../../../../src/animation/utils/arc.ts"],"sourcesContent":["import { wrap } from \"motion-utils\"\nimport { motionValue } from \"../../value\"\nimport { animateMotionValue } from \"../interfaces/motion-value\"\nimport type { MotionPath, PathInterpolator, Point2D } from \"../types\"\nimport { getValueTransition } from \"./get-value-transition\"\n\nexport interface ArcOptions {\n /**\n * How far the arc bulges perpendicular to the straight-line path,\n * as a fraction of the total distance. A value of `1` means the arc\n * peaks at a height equal to the full travel distance. Default `0.5`.\n */\n strength?: number\n /**\n * Where along the path (0–1) the arc reaches its maximum height.\n * Default `0.5` (symmetric).\n */\n peak?: number\n /**\n * Which side the arc bulges toward.\n * - `\"cw\"` / `\"ccw\"` — locked relative to direction of travel\n * - unset — auto-pick a stable screen-space side\n */\n direction?: \"cw\" | \"ccw\"\n /**\n * Rotates the element to follow the tangent of the arc path.\n * - `true` — full tangent following (1.0)\n * - number 0–1 — scale factor\n */\n rotate?: boolean | number\n}\n\nconst MIN_LAYOUT_DISTANCE = 20\n\nfunction bezierPoint(\n t: number,\n origin: number,\n control: number,\n target: number\n): number {\n const inv = 1 - t\n return inv * inv * origin + 2 * inv * t * control + t * t * target\n}\n\nfunction bezierTangentAngle(\n t: number,\n originX: number,\n controlX: number,\n targetX: number,\n originY: number,\n controlY: number,\n targetY: number\n): number {\n const dx =\n 2 * (1 - t) * (controlX - originX) + 2 * t * (targetX - controlX)\n const dy =\n 2 * (1 - t) * (controlY - originY) + 2 * t * (targetY - controlY)\n return Math.atan2(dy, dx) * (180 / Math.PI)\n}\n\nfunction computeArcControlPoint(\n fromX: number,\n fromY: number,\n toX: number,\n toY: number,\n strength: number,\n peak: number\n): { x: number; y: number } {\n const deltaX = toX - fromX\n const deltaY = toY - fromY\n const distance = Math.sqrt(deltaX * deltaX + deltaY * deltaY)\n\n if (distance > 0) {\n const normalPerpX = -deltaY / distance\n const normalPerpY = deltaX / distance\n const desiredHeight = strength * distance\n\n return {\n x: fromX + deltaX * peak + normalPerpX * desiredHeight,\n y: fromY + deltaY * peak + normalPerpY * desiredHeight,\n }\n }\n\n return { x: fromX, y: fromY }\n}\n\n/**\n * The pure sampling factory: `(from, to) => (t) => point`. Internal —\n * used by {@link arc} and the unit tests. Not part of the public surface.\n */\nexport function createArcPath({\n strength = 0.5,\n peak = 0.5,\n direction,\n rotate = false,\n}: ArcOptions = {}): (from: Point2D, to: Point2D) => PathInterpolator {\n const rotationScale =\n rotate === true ? 1 : typeof rotate === \"number\" ? rotate : 0\n\n // Auto-direction only: persists across calls to flip the bulge back\n // onto the same screen side when the dominant axis changes between\n // calls. Reuse the factory (module scope / useMemo) to keep this alive.\n let prevBulgeSign: number | undefined\n\n const createInterpolator = (\n from: Point2D,\n to: Point2D\n ): PathInterpolator => {\n const dx = to.x - from.x\n const dy = to.y - from.y\n\n let signed: number\n if (direction === \"cw\") {\n signed = -strength\n } else if (direction === \"ccw\") {\n signed = strength\n } else {\n const dom = Math.abs(dx) >= Math.abs(dy) ? dx : dy\n signed = dom < 0 ? -strength : strength\n }\n\n let control = computeArcControlPoint(\n from.x,\n from.y,\n to.x,\n to.y,\n signed,\n peak\n )\n\n if (direction === undefined) {\n const isVertical = Math.abs(dx) < Math.abs(dy)\n const midX = from.x + dx * peak\n const midY = from.y + dy * peak\n const bulgeSign = isVertical\n ? Math.sign(control.x - midX)\n : Math.sign(control.y - midY)\n\n if (\n prevBulgeSign !== undefined &&\n bulgeSign !== 0 &&\n bulgeSign !== prevBulgeSign\n ) {\n signed = -signed\n control = computeArcControlPoint(\n from.x,\n from.y,\n to.x,\n to.y,\n signed,\n peak\n )\n } else if (bulgeSign !== 0) {\n prevBulgeSign = bulgeSign\n }\n }\n\n const tangent0 = rotationScale\n ? bezierTangentAngle(\n 0,\n from.x,\n control.x,\n to.x,\n from.y,\n control.y,\n to.y\n )\n : 0\n const tangent1 = rotationScale\n ? bezierTangentAngle(\n 1,\n from.x,\n control.x,\n to.x,\n from.y,\n control.y,\n to.y\n )\n : 0\n const tangentDelta = rotationScale\n ? wrap(-180, 180, tangent1 - tangent0)\n : 0\n\n return (t: number) => {\n const out: { x: number; y: number; rotate?: number } = {\n x: bezierPoint(t, from.x, control.x, to.x),\n y: bezierPoint(t, from.y, control.y, to.y),\n }\n if (rotationScale) {\n const raw = bezierTangentAngle(\n t,\n from.x,\n control.x,\n to.x,\n from.y,\n control.y,\n to.y\n )\n const baseline = tangent0 + tangentDelta * t\n out.rotate = wrap(-180, 180, raw - baseline) * rotationScale\n }\n return out\n }\n }\n\n return createInterpolator\n}\n\n/**\n * Creates a curved path for `transition.path`:\n *\n * ```ts\n * <motion.div animate={{ x: 200, y: 100 }} transition={{ path: arc() }} />\n * ```\n *\n * Reuse the returned value (module scope / useMemo / useRef) so its\n * continuity closure survives re-renders — a fresh `arc()` has no memory.\n */\nexport function arc(options: ArcOptions = {}): MotionPath {\n const sample = createArcPath(options)\n\n const path: MotionPath = {\n interpolateProjection(delta) {\n // `from` is the current translate offset (carries any in-flight\n // displacement when interrupted); `to` is the new layout origin.\n // The distance floor avoids visible wobble on tiny shifts.\n const tx = delta.x.translate\n const ty = delta.y.translate\n if (Math.sqrt(tx * tx + ty * ty) < MIN_LAYOUT_DISTANCE) {\n return undefined\n }\n return sample({ x: tx, y: ty }, { x: 0, y: 0 })\n },\n\n animateVisualElement(\n visualElement,\n target,\n transition,\n delay,\n animations\n ) {\n if (!(\"x\" in target || \"y\" in target)) return\n\n const xValue = visualElement.getValue(\n \"x\",\n visualElement.latestValues[\"x\"] ?? 0\n )\n const yValue = visualElement.getValue(\n \"y\",\n visualElement.latestValues[\"y\"] ?? 0\n )\n\n const xRaw = target.x as number | number[] | undefined\n const yRaw = target.y as number | number[] | undefined\n\n const xFrom = ((Array.isArray(xRaw) && xRaw[0] != null\n ? xRaw[0]\n : xValue?.get()) as number) ?? 0\n const yFrom = ((Array.isArray(yRaw) && yRaw[0] != null\n ? yRaw[0]\n : yValue?.get()) as number) ?? 0\n const xTo = (Array.isArray(xRaw)\n ? xRaw[xRaw.length - 1]\n : xRaw ?? xFrom) as number\n const yTo = (Array.isArray(yRaw)\n ? yRaw[yRaw.length - 1]\n : yRaw ?? yFrom) as number\n\n // Interruption needs no flag: x/y already hold the displaced\n // mid-arc position, so xFrom/yFrom carry the continuity geometry.\n const interpolate = sample(\n { x: xFrom, y: yFrom },\n { x: xTo, y: yTo }\n )\n\n // Drive a dedicated `pathRotation` value (composed onto `rotate`\n // at the build sites) rather than `rotate` itself, so a\n // concurrent rotate animation composes and nothing accumulates\n // on interrupt.\n const pathRotationValue =\n interpolate(0).rotate !== undefined\n ? visualElement.getValue(\"pathRotation\", 0)\n : undefined\n\n const pathTransition = {\n delay,\n ...getValueTransition(transition || {}, \"x\"),\n }\n delete (pathTransition as { path?: unknown }).path\n\n const progress = motionValue(0)\n progress.start(\n animateMotionValue(\"\", progress, [0, 1000] as any, {\n ...pathTransition,\n isSync: true,\n velocity: 0,\n onUpdate: (latest: number) => {\n const point = interpolate(latest / 1000)\n xValue?.set(point.x)\n yValue?.set(point.y)\n if (pathRotationValue && point.rotate !== undefined) {\n pathRotationValue.set(point.rotate)\n }\n },\n onComplete: () => {\n xValue?.set(xTo)\n yValue?.set(yTo)\n pathRotationValue?.set(0)\n },\n // Interrupt/cancel must clear our additive contribution\n // so it can't linger on top of the user's `rotate`.\n onStop: () => pathRotationValue?.set(0),\n onCancel: () => pathRotationValue?.set(0),\n })\n )\n\n if (progress.animation) animations.push(progress.animation)\n\n delete (target as { x?: unknown }).x\n delete (target as { y?: unknown }).y\n },\n }\n\n return 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